b) left(frac{-64}{27}right)^{-frac{1}{3}}=

Question

Accepted Answer

Step:1 ：Find the cube root of the given fraction: (sqrt[3]{frac{-64}{27}})Step:2 ：Calculate the cube root: (frac{-4}{3})Step:3 ：Take the reciprocal of the result since the exponent is -1/3: (left(frac{-4}{3}right)^{-1})Step:4 ：Calculate the reciprocal: (frac{3}{-4})Step:5 ：(boxed{frac{-3}{4}})

Answer

Step: 1 ：Find the cube root of the given fraction: (sqrt[3]{frac{-64}{27}})Step: 2 ：Calculate the cube root: (frac{-4}{3})Step: 3 ：Take the reciprocal of the result since the exponent is -1/3: (left(frac{-4}{3}right)^{-1})Step: 4 ：Calculate the reciprocal: (frac{3}{-4})Step: 5 ：(boxed{frac{-3}{4}})

b) $\left(\frac{-64}{27}\right)^{-\frac{1}{3}}=$

Answer

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